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Anisotropic Paramagnetic Peak Effect in Reversible Magnetization of Crystalline Miassite Superconductor $\text{Rh}_{17}\text{S}_{15}$

Superconductivity 2024-06-04 v1

Abstract

We report an unusual anisotropic paramagnetic peak effect observed in reversible magnetization of a single crystalline nodal superconductor Rh17S15\text{Rh}_{17}\text{S}_{15}. Both temperature- and field-dependent magnetization measurements reveal a distinct novel vortex state above approximately 1 T. This peak effect is most pronounced when the magnetic field, HH, is applied parallel to the [111]\left[111\right] direction, whereas it diminishes for H[110]H\parallel\left[110\right]. Intriguingly, for H[100]H\parallel\left[100\right], instead of a peak, we observe a step-like decrease in M(T)M(T), with the step amplitude increasing in larger applied magnetic fields. This behavior is opposite to the expectations of conventional Meissner expulsion. The magnitude of the peak effect, expressed in terms of dimensionless volume susceptibility, is on the order of Δχ=105\Delta\chi=10^{-5} (with full diamagnetic screening corresponding to χ=1\chi=-1). The observed anisotropic paramagnetic vortex response is unusual considering the cubic symmetry of Rh17S15\text{Rh}_{17}\text{S}_{15}. We propose that in this distinct vortex phase, a small but finite attractive interaction between vortices below Hc2H_{c2} may be responsible for this unusual phenomenon. Furthermore, the vortices seem to prefer aligning along the [111]\left[111\right] direction, rotating toward it when the magnetic field is applied in other directions. Our findings add another item to the list of unusual properties of Rh17S15\text{Rh}_{17}\text{S}_{15} that attracted recent attention as the first unconventional superconductor that has a mineral analog, miassite, found in nature.

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Cite

@article{arxiv.2406.00557,
  title  = {Anisotropic Paramagnetic Peak Effect in Reversible Magnetization of Crystalline Miassite Superconductor $\text{Rh}_{17}\text{S}_{15}$},
  author = {Ruslan Prozorov and Makariy A. Tanatar and Marcin Kończykowski and Romain Grasset and Alexei E. Koshelev and Linlin Wang and Sergey L. Bud'ko and Paul C. Canfield},
  journal= {arXiv preprint arXiv:2406.00557},
  year   = {2024}
}